<snapdata remixID="9853868"><project name="Lab 2.1 - Squares and Triangles Redux&#xD;" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAALzElEQVR4Xu2dV2/VTBCGBwQi9B46BBChSiAgKHRCb4HQQeIOiTt+AYIb/gbcIdFrqKH3iFBCC02hg2gidAKR4NNrvhMlh2N71561j33GUq7O7uz6nSfrLbO7Df78+fOH5BEFQlKggQAYkvJSrKWAACgghKqAABiq/FK4ACgMhKqAABiq/FK4ACgMhKqAABiq/FK4ACgMhKqAABiq/FK4ACgMhKqAABiq/FK4ACgMhKqAABiq/FK4ACgMhKqAABiq/FK4ACgMhKqAABiq/FK4ACgMhKqAABiq/FK4ACgMhKqAABiq/FK4ACgMhKqAABiq/FK4ACgMhKqAABiq/FJ4rAE8efIkvX379h8vZ2dn0+TJk2Pj/a1bt7K+y5AhQwh/QTyxAvD+/fv07Nkz+vHjB7Vp04YmTJhAJSUl1LZtW8rLy6un59mzZ6mqqoqaNWtGPXv2pP79+weht5EyAODy5cvZbHPbc6pYLAC8ffu21dJ1796dcnNza98XkAFCtIROLd6DBw/oxYsXhJYxqP98NlqIiBsYbnuxBfDdu3d04sQJGjNmjNWK1X0qKyutljAB1KlTp6igoMDR72g9L168SFOmTKGOHTtyMmLUFjcw3PZiCSBava9fv1J+fn7K9zt48CDNmTOn9rcbN25QTk4OtW7d2hWG0tJSatGiRWRaQ25guO3FDkDA1bt3bxo0aFDKdysvL6c+ffpQq1at6v1+4MABmjt3riuASFBRUUGPHz+uB7FSxhAScQPDbS9WAO7cudMaUPTq1cv2vez6fI8ePaLv378rt2xPnz6lsrIyWrx4cQhYqRfJDQy3vdgAiM9oVlaW44jVbcBx7tw5Gj9+vLJ3MbKurq6moUOHKucJOiE3MNz2YgEgQKipqXFsvTDoQN8wecolWYAzZ87QxIkTlTmBzcaNG6ftVA03MNz2YgFgcXExFRYWOkKDOb/p06e7guXWSqYyoFK+a8GGEnADw20v8gCqOF+3lUrMEeowoVIPHXtcabmB4bYXeQB3795NCxcudPSXyjxfXQMAtkOHDtS5c2dlDlTqoWyMMSE3MNz2Ig3g8ePHaerUqY7uunTpktXva9SokZZbd+3aRYsWLdLKo1IfLYMMibmB4bYXaQBVBgxe+nQQ5fXr1/T+/XvlaRnkUakPA1NaJriB4bYXaQCTVzSSX8ZLX66uDd38hw4dotmzZ2sBYjoxNzDc9iIL4NGjR2nGjBm29f/w4QO9evVKqwVLZUy3BXWrl2ngku1zA8NtL7IA7tixg5YsWWJb/71791JRUZFvf+t+Vt3q5btCmga4geG2F1kAsRRmt+SGUSzWepOjYDR9V5tcZ4XEqV5ey/eTjxsYbnuRBfDOnTs0ePDglPXX7bu5ORhAN2/e3ApycHuc6uWW18Tv3MBw24ssgHZTHrp9NlWnq0bLpNtUDDcw3PYiC+D58+dp3Lhx/9TfFICfPn2iJ0+euAYeXLhwgcaOHavKtfF069evtw1N81o4Z4h/ZAFExHOqyGSd/pqOA/AZbtq0KfXt29cxm129dMqStH8VSOs9IXafOoCCTUfYA8L5qPYr0+0TzKlB0LbSGkCnvgj3uqwqfHBQkH2koIEIury0BvD58+fUoEGDlC0dPoNv3rzxPQmdEFy1X4ndc7hkvkePHkH7KpblpTWAUNxp0len1XLynk6fMt0moaNOZdoD6DbiVG257ByF/cT4U90P7FafqAMRdP3THkB8hjE9YgcIgBg9ejQ1bNjQk3bY5KS66QgT0Fh9kc+vJ6lTZkp7AFFrtwGH7lpuQgmMptu1a0ddu3ZVUtRL/KCS4QxOFAkAHz58SD9//rRtBQFSkyZNqF+/flqu1OlDei1Dq0IZmDgSAMIvhw8fplmzZtm66MiRIzRz5kxlF+r2Hd3KVy5YEtZTIDIAotbbtm2jZcuWpXTht2/f6N69ezRixAglF+vsIXEqV6kwSWSrQKQAxKkG+/btoxUrVqR8IdVWTefTu2XLFpo/f751jJs8/ApECkC8Po7XuHz5su15eG4QItgAhxqpTLtgxWPUqFHWOTPymFEgcgBCBqyAIFIm1Y62a9euWScYILYv1bN//36aN2+erZqJ1hEjXkTidOrUyYzyYtVSIJIAJnyHgQEiopODVu0GDLdu3bKW9XBiqt2DuT60omvWrBFEAlAg0gBCH0yPYLIaJ6EmWj27aRun+UL0L/E7JpmxMhKnM6QD4MhzEZEHMPHmV69etfb5IkwLwaLJsNn1DbGS8vHjR+uEhLojaKwPo6VU6St6Vl8yRvsTbOc/LK9hUhonJgBIRNRgimbAgAFWJAtOP8VmJ5y4ZbcMh884jmRTXSURlrwpEJsWMNXrJ1o9nCONc59Vn1+/fhEGMy9fvtQ+ukO1DEn3V4FYA4gX3Lhxo3WIud1xvqlASACrGimDfij+OJ+g9mRw1tmLrdgDiABSndD9u3fv0u/fv2tH1iqT1twR0tz2vIARVJ7YA6gr5LFjx2jatGn1srlNbnMDw21PV4Mg0wuAddTGCgsGHoisqfu4RUxzA8NtL0igdMsSAOso5tTSOX2KuYHhtqcLRZDpBcD/1T59+rTjIeQYZCR/mhOO4gaG216QQOmWJQDqKpYiPTcw3PYYXtGYCQGQQVpuYLjtMbyiMRMCIIO03MBw22N4RWMmBEAGabmB4bbH8IrGTGQ0gHC0ytOlSxfHm5W4gXGyd+XKFcKVZUuXLqWWLVta1d++fbs1ec71yI3pXEra2MGI9suXL9Z+YpUHa8PYGmq3PBYkgKjv6tWrCUeTYKcgjjAGiKp7m1Xel/t9nMrMuBYQETJwmJcwK0xUY29Icl5uhznZw4Xa69ato4EDB9LIkSOtyB5O+AAL9/sIgERWi4etm06Hnqu0Dmg9cbfIpEmTapNzO8zJHgIksrOzrbJN7dbjfp+MBxDQIOIZG4y4HuwtQZQNrvvidpiKPVPwSQvIRcj/dhBckJub63jBtdcir1+/bl0Phn0knOFTbgCahE8A9EpDinybN2+mlStXMlr81xS2AWzatInWrl3LVo4TgKbhEwCZ3IgQfFy5kBzZwmS+nhm3Fku3TDt7QcAnAOp6yyY9RqycfT6nagGY4cOHW596jicVgEHBJwByeJCI9uzZQwsWLGCy5mwGwOTk5FB+fj5LeckABgmfAMjgQhzfgesdEisFDCYdTQCYyspK1+sdVOuBQc2GDRus5EHDJwCqeskhnd0FNwymbU3gFNeqqiqrJeR6AOLnz5+VV2y4yuXu0zrVK5YrIW53DHM5KtmOygYm3bIrKiqsI4pVlw117adKLwD6UBG74HDbUfv27X1Y8ZbV1CGWQUMoAHrzv5XLbQebD9OuWREgUFNTY+Q0hSAhFABdXW2fIOxrtEyWHxSEAqAPAIuLi6mwsNCHBX9ZTd8jEgSEAqAPBhBuFWSHvW5VcfIqDs90u23Tx+tZWU1DKAD68BDOBuzWrVsoZzoHOfltEkIB0AeAyKpz+5HPouplLysro7y8PE6TjrZMQSgA+nQhDqtUva7BZ1G12RG2j9UQRCoH+QBCgM8ddMEZXuakRywnom/evGkdx4ZYvaCeIFuNoN4piHJiCSCECxoIHGiJiBh59BSILYDl5eU0bNgwPTV8pBYAvYkXWwCDHBCENejx5vL0yhVbACEzQuVXrVplVHEceg7Ygwp+NfoyIRiPNYCJvmBRURFlZWWxy2titx17JdPcYOwBhP52G8r9+Aa3bWJ/bvItTX5sZmLejAAQjsUKCS4qtDtkUtX5iHgpLS0Ndb1Zta5RSJcxACacUVJSYs0R6pycn8iL+UUcAhTk6DoKEPmpY8YBCLHQd6uurrbOVlF9EGWN9HJ7pqpiaukyEkBIg/0b+Czjjji3B0tsBQUFbsnkdw8KZCyAHrSSLAYUEAANiCom1RUQANW1kpQGFBAADYgqJtUVEADVtZKUBhQQAA2IKibVFRAA1bWSlAYUEAANiCom1RUQANW1kpQGFBAADYgqJtUVEADVtZKUBhQQAA2IKibVFfgPa4Hi84cTctoAAAAASUVORK5CYII=</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Drawing Sprite #1" idx="1" x="100" y="-53.431457505076196" heading="45" scale="0.5" volume="100" pan="0" rotation="0" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="216" y="15"><block s="receiveKey"><l><option>1</option></l></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="doGlide"><l>1</l><l>5</l><l>-20</l></block><block s="down"></block><block s="changeXPosition"><l>60</l></block><block s="changeYPosition"><l>-60</l></block><block s="changeXPosition"><l>-60</l></block><block s="changeYPosition"><l>60</l></block><block s="doSayFor"><l>Square</l><l>.5</l></block><block s="up"></block></script><script x="10" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="doSayFor"><l>Press numbers to make shapes, IN ORDER</l><l>2</l></block><block s="setScale"><l>50</l></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="changeYPosition"><l>60</l></block><block s="changeXPosition"><l>60</l></block><block s="changeYPosition"><l>-60</l></block><block s="changeXPosition"><l>-60</l></block><block s="doSayFor"><l>Square</l><l>.5</l></block><block s="up"></block></script><script x="345" y="103"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script><script x="73" y="251.99999999999991"><block s="receiveKey"><l><option>2</option></l></block><block s="up"></block><block s="setHeading"><l>150</l></block><block s="doGlide"><l>1</l><l>-35</l><l>0</l></block><block s="down"></block><block s="forward"><l>40</l></block><block s="setXPosition"><l>-40</l></block><block s="setHeading"><l>30</l></block><block s="forward"><l>27</l></block><block s="up"></block><block s="doSayFor"><l>Sorry for the line on top of this triangle.</l><l>2</l></block></script><script x="454" y="473.99999999999966"><block s="receiveKey"><l><option>4</option></l></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="doGlide"><l>1</l><l>100</l><l>-50</l></block><block s="down"></block><block s="changeXPosition"><l>60</l></block><block s="changeYPosition"><l>-60</l></block><block s="changeXPosition"><l>-60</l></block><block s="setHeading"><l>315</l></block><block s="forward"><l>40</l></block><block s="setHeading"><l>45</l></block><block s="forward"><l>40</l></block><block s="doSayFor"><l>Pentagon</l><l>1</l></block><block s="up"></block></script><script x="17" y="574.9999999999999"><block s="receiveKey"><l><option>6</option></l></block><block s="gotoXY"><l>-50</l><l>-50</l></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>30</l></block><block s="turn"><l>36</l></block></script></block><block s="up"></block><block s="doSayFor"><l>Decagon</l><l>4</l></block></script><script x="415" y="128"><block s="receiveKey"><l><option>3</option></l></block><block s="up"></block><block s="doGlide"><l>1</l><l>-70</l><l>100</l></block><block s="down"></block><block s="setHeading"><l>210</l></block><block s="forward"><l>70</l></block><block s="setHeading"><l>150</l></block><block s="forward"><l>70</l></block><block s="setHeading"><l>30</l></block><block s="forward"><l>70</l></block><block s="setHeading"><l>330</l></block><block s="forward"><l>70</l></block><block s="down"></block><block s="doSayFor"><l>Diamond</l><l>1</l></block><block s="up"></block></script><script x="191" y="526.6666666666662"><block s="receiveKey"><l><option>5</option></l></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="doGlide"><l>1</l><l>100</l><l>100</l></block><block s="down"></block><block s="changeXPosition"><l>60</l></block><block s="changeYPosition"><l>-60</l></block><block s="changeXPosition"><l>-60</l></block><block s="changeYPosition"><l>60</l></block><block s="doSayFor"><l>Parallelogram</l><l>.5</l></block><block s="up"></block></script><script x="291" y="776.8333333333331"><block s="receiveKey"><l><option>7</option></l></block><block s="gotoXY"><l>-65</l><l>100</l></block><block s="down"></block><block s="doRepeat"><l>360</l><script><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block><block s="bubble"><l>circle</l></block><block s="up"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lab 2.1 - Squares and Triangles Redux
" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>